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The logging response of step conductivity formations both in axial and in radial

机译:步进电导率形成的测井响应在轴向和径向中

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Because difference of formation model affects the potential distribution on the metal casing, the resistivity logging response can be obtained through casing by measuring the potentials on the metal casing. In fact, the logging responses are the comprehension effects of complex formation and metal casing, so that in the coefficients of transmission line equation (TLE) , we should consider the effects of formation model in radial-direction. In the following, for the formation taking on six-layer in axial-direction, and step in radial-direction, the resistivity logging responses through casing are researched and discussed, and given the recurrence formula to compute potential. Draw the curve of the resistivity logging response through casing of six-layer formations. The conductivity of formation is computed is very approximating to that of formation model. The computing examples also show that this method has a fast computing speed (the run time of computing example is less than 1s). For analysis the logging response of six-layers and block formations, and the design of logging instruments, the research is important significance and useful.
机译:由于形成模型的差异影响金属壳体上的电位分布,所以通过通过测量金属壳体上的电位,可以通过壳体获得电阻率测井响应。实际上,测井响应是复杂形成和金属壳体的理解效果,从而在传输线方程(TLE)的系数中,我们应该考虑形成模型在径向方向上的影响。在下文中,对于在轴向上的六层上的形成和沿径向方向上,通过壳体进行电阻测量响应,并讨论并给予复发公式来计算潜力。通过六层形成的壳体绘制电阻率测井响应的曲线。计算形成的电导率非常近似于地层模型的电导率。计算示例还示出该方法具有快速计算速度(计算示例的运行时间小于1S)。为了分析六层和块地层的测井响应,以及测井仪器的设计,研究具有重要意义和有用。

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